Multiple Choice Identify the letter of the choice that best
completes the statement or answers the question.
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1.
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a. | 512 | c. | ![mc001-2.jpg](alg2ch10practicetes_files/mc001-2.jpg) | b. | 16 | d. | ![mc001-3.jpg](alg2ch10practicetes_files/mc001-3.jpg) |
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2.
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3.
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a. | 81 | c. | 27 | b. | ![mc003-2.jpg](alg2ch10practicetes_files/mc003-2.jpg) | d. | ![mc003-3.jpg](alg2ch10practicetes_files/mc003-3.jpg) |
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4.
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5.
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6.
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7.
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8.
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9.
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Alg2_10_5_Ex7aGiven that ![mc009-1.jpg](alg2ch10practicetes_files/mc009-1.jpg) and ![mc009-2.jpg](alg2ch10practicetes_files/mc009-2.jpg) ,
find ![mc009-3.jpg](alg2ch10practicetes_files/mc009-3.jpg) (do not use the log button on your
calculator).
a. | 0.144 | c. | 0.778 | b. | 0.631 | d. | 1.585 |
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10.
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Alg2_10_5_Ex7bGiven that ![mc010-1.jpg](alg2ch10practicetes_files/mc010-1.jpg) and ![mc010-2.jpg](alg2ch10practicetes_files/mc010-2.jpg) ,
find ![mc010-3.jpg](alg2ch10practicetes_files/mc010-3.jpg) (do not use the log button on your
calculator).
a. | 0.0906 | c. | 0.2385 | b. | 0.0602 | d. | 0.5486 |
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11.
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Alg2_10_5_Ex7cGiven that ![mc011-1.jpg](alg2ch10practicetes_files/mc011-1.jpg) and ![mc011-2.jpg](alg2ch10practicetes_files/mc011-2.jpg) ,
find ![mc011-3.jpg](alg2ch10practicetes_files/mc011-3.jpg) (do not use the log button on your
calculator).
a. | 0.631 | c. | 0.144 | b. | 0.176 | d. | -0.176 |
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12.
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a. | -7.5202 | c. | 0.7340 | b. | -2.2660 | d. | -3.2660 |
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13.
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a. | 11.4876 | c. | 2.9890 | b. | 4.9890 | d. | 4.9800 |
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14.
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a. | 29,122,898,485,693 | c. | 22.2036 | b. | 1.8590 | d. | 3.4560 |
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15.
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a. | 1.4036 | c. | 1.9459 | b. | 0.8451 | d. | 0.2430 |
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16.
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a. | 0.8333 | c. | 1.4651 | b. | 0.7326 | d. | 1.3650 |
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17.
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a. | 1.6563 | c. | 1.6900 | b. | 0.7326 | d. | 6.2615 |
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18.
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a. | 16.9824 | c. | 3.4212 | b. | 0.2070 | d. | 0.0899 |
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19.
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Alg2_10_7_Ex3An isotope of the synthetic element Californium has a half life
of about 45minutes. How long would it take for a give sample to decay and lose 85% of its original
mass. Solve for t (find the time). The formula is: ![mc019-1.jpg](alg2ch10practicetes_files/mc019-1.jpg)
a. | minutes | c. |
minutes | b. | minutes | d. |
minutes |
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20.
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Alg2_10_7The half-life of Radon-222 is 3.8 days. How much of a supply of 1000
grams will remain after 30.4 days? Solve for n. The formula is: ![mc020-1.jpg](alg2ch10practicetes_files/mc020-1.jpg)
a. | grams | c. |
grams | b. | grams | d. |
grams |
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21.
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Alg2 10-7 Ex 1A certain bacteria population doubles in size every 12
hours. If we start with 2 bacteria, how many bacteria will we have after 2 days (48
hours)? ![mc021-1.jpg](alg2ch10practicetes_files/mc021-1.jpg)
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22.
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Alg2 10-7 Ex 3The half-life of carbon-14 is 5730 years. How much of
a 10.0 mg sample will remain after 4500 years? ![mc022-1.jpg](alg2ch10practicetes_files/mc022-1.jpg)
a. | 5.802 | c. | 6.124 | b. | 10.301 | d. | 11.568 |
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